Recursion in Partial Type‐1 Objects With Well‐Behaved Oracles

Mathematical Logic Quarterly 42 (1):449-460 (1996)
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Abstract

We refine the definition of II-computability of [12] so that oracles have a “consistent”, but natural, behaviour. We prove a Kleene Normal Form Theorem and closure of semi-recursive relations under ∃1. We also show that in this more inclusive computation theory Post's theorem in the arithmetical hierarchy still holds

Other Versions

reprint Tourlakis, George (2006) "Recursion in Partial Type‐1 Objects With Well‐Behaved Oracles". Mathematical Logic Quarterly 42(1):449-460

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